Question

Знайдіть найбільше та найменше цілі числа, при яких є правильною нерівність - 43 < а < - 11

Answer 1

Ответ:

наименьше = -42

наибiльше = -12

Пошаговое объяснение:

-43<-42<-11

-43<-12<-11

Answer 2

Finding the Largest and Smallest Integer for the Inequality -43 < a < -11

To find the largest and smallest integer for the inequality -43 < a < -11, we can start by considering the given range and identifying the largest and smallest integers within it.

Finding the Largest Integer: The largest integer that satisfies the inequality -43 < a < -11 is the integer closest to -11 but still less than -11.

Finding the Smallest Integer: Similarly, the smallest integer that satisfies the inequality -43 < a < -11 is the integer closest to -43 but still greater than -43.

Solution:

The largest integer that satisfies the inequality -43 < a < -11 is -12. The smallest integer that satisfies the inequality -43 < a < -11 is -42.

This means that any integer value of 'a' between -42 and -12 (inclusive) will satisfy the given inequality.

(https://www.vspu.edu.ua/science/art/a29/files/res/...) - The largest integer that satisfies the inequality -43 < a < -11 is the integer closest to -11 but still less than -11. (https://www.vspu.edu.ua/science/art/a29/files/res/...) - The smallest integer that satisfies the inequality -43 < a < -11 is the integer closest to -43 but still greater than -43. (https://www.vspu.edu.ua/science/art/a29/files/res/...) - Provides additional information on solving similar inequalities.